If the slope of P-T graph a given mass of a gas increases- then the volume of the gasDecreasesIncreasesDoes not changeMay increase or decrease

Question

Toppr Admin · Accepted Answer

From ideal gas equation- PV - nRT - wMRTslope of P-T curve - wRMVsince V - constant and w - constant- we get that the slope is inversely proportional to molecular weightSteeper the line- more is slope- less is volume-So as slope increases- volume decreases

If the slope of P-T graph for a given mass of a gas increases, then the volume of the gas

Decreases
Increases
Does not change
May increase or decrease

From ideal gas equation, PV = nRT = $\frac{w}{M} R T$
slope of P-T curve = $\frac{w R}{M V}$
since V = constant and w = constant, we get that the slope is inversely proportional to molecular weight
Steeper the line, more is slope, less is volume.
So as slope increases, volume decreases

If the slope of P-T graph for a given mass of a gas increases, then the volume of the gasDecreasesIncreasesDoes not changeMay increase or decrease

From ideal gas equation, PV = nRT = wMRTslope of P-T curve = wRMVsince V = constant and w = constant, we get that the slope is inversely proportional to molecular weightSteeper the line, more is slope, less is volume.So as slope increases, volume decreases

If the slope of P-T graph for a given mass of a gas increases, then the volume of the gas

Decreases
Increases
Does not change
May increase or decrease

From ideal gas equation, PV = nRT = $\frac{w}{M} R T$
slope of P-T curve = $\frac{w R}{M V}$
since V = constant and w = constant, we get that the slope is inversely proportional to molecular weight
Steeper the line, more is slope, less is volume.
So as slope increases, volume decreases